Per comprendere come il metodo RC (Resistivo Capacitivo) influisce sui risultati del metodo dinamico è stato realizzato un esempio teorico che mostra come essi cambiano al variare della capacità termica e della densità di alcuni materiali che compongono gli elementi di un edificio astratto avente geometria cubica con lato di 10 m.
L’obiettivo di questo esempio è quello di sottoporre l’edificio a una sollecitazione termica esterna e registrare come questa incide sulle strutture e sulle condizioni interne dell’edificio. In particolare, si andrà ad osservare come il sistema di riscaldamento interverrà per mantenere la temperatura interna costante e pari a 20°C.
Per far in modo che l’edificio subisca la sola influenza della temperatura dell’aria esterna, in questo esempio, sono stati esclusi gli effetti dell’irraggiamento e della radiazione infrarossa verso la volta celeste della superficie esterna ed è stato ipotizzato che nell’edificio non vi siano effetti legati alla ventilazione e ai carichi interni. L’edificio considerato giace sopra un terreno avente conduttività termica di 2 W/(m·K) e capacità termica per unità di volume di 2000 kJ/m3K. Inoltre per considerare solo l’effetto di trasmissione degli opachi sono stati trascurati gli effetti dei ponti termici e non sono state inserite porte e finestre.
L'esempio prevede 3 simulazioni della durata di 1000 ore ciascuna. In tutte le simulazioni, la temperatura esterna iniziale è di 20°C per le prime 24 ore, passa poi a 0°C per le successive 24 ore per poi tornare a 20°C fino alla fine della simulazione. Come anticipato, in ogni prova è stata variata densità e capacità termica di alcuni materiali, passando da strutture aventi bassa inerzia termica a strutture aventi inerzia maggiore. In tutte le prove l’edificio è stato posto alla stessa condizione iniziale di equilibrio, ossia con temperatura di tutti nodi e temperatura interna di 20°C.
Di seguito vengono inserite le caratteristiche dei materiali che compongono le strutture opache dell’edificio teorico di esempio e la loro stratigrafia:
Strutture Opache di 100 m2 di superficie poste Nord, Est, Sud, Ovest e in Copertura:
Esempio 1: Bassa Inerzia (Esterno Verso l’Interno)
![](data:image/png;base64,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)
Esempio 2: Inerzia Intermedia (Esterno Verso l’Interno)
![](data:image/png;base64,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)
Esempio 3: Alta Inerzia (Esterno Verso l’Interno)
![](data:image/png;base64,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)
Dato che per tutti i casi è stata mantenuta fissa la conduttività e lo spessore, è possibile notare come i materiali aventi una maggiore densità e capacità termica tendano ad avere un valore piccolo del numero di Fourier e che applicando le equazioni viste nell’articolo precedente, minore è il numero di Fourier, maggiore è il numero di nodi in cui viene suddiviso il materiale. Possiamo quindi concludere che elementi aventi maggiore inerzia termica (avendo un maggior numero di nodi) tendono ad essere analizzati dal metodo dinamico più dettagliatamente visto il maggiore numero di equazioni di bilancio energetico che compongono il sistema.
Struttura di 100 m2 di superficie a contatto con il terreno uguale per tutti e 3 gli esempi:
![](data:image/png;base64,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)
Di seguito vengono inserite le scomposizioni in nodi delle strutture opache e riportati i valori di capacità termica e conduttanza specifica come previsto dalla Tabella 10-bis dell’allegato Nazionale:
Struttura Opache di 100 m2 di superficie poste Nord, Est, Sud, Ovest e in Copertura:
Esempio 1: Bassa Inerzia (Esterno Verso l’Interno)
![](data:image/png;base64,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)
Esempio 2: Inerzia Intermedia (Esterno Verso l’Interno)
![](data:image/png;base64,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)
Esempio 3: Alta Inerzia (Esterno Verso l’Interno)
![](data:image/png;base64,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)
Struttura di 100 m2 di superficie a contatto con il terreno uguale per tutti e 3 gli esempi:
![](data:image/png;base64,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)
Per tutti i casi la temperatura virtuale del terreno è pari a 19,6 °C ed è stata ottenuta dal metodo di calcolo previsto dalla UNI EN ISO 13370. Sommando tutti i nodi delle strutture che compongono l’edificio e aggiungendo l’equazione di bilancio globale di zona è possibile ottenere il numero di equazioni che compongono il sistema di bilancio energetico:
- Bassa Inerzia: 95
- Inerzia Intermedia: 105
- Alta Inerzia: 130
Avendo tutte le informazioni necessarie per avviare il calcolo dinamico sono state eseguite le 3 simulazioni di cui sono stati riportati i risultati nel grafico sottostante:
![](data:image/png;base64,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)
Nel grafico a doppia scala è possibile notare come il metodo dinamico sia in grado di simulare l’influenza delle inerzie delle strutture. A seguito della variazione della temperatura esterna gli elementi a bassa inerzia tendono a far variare il carico di riscaldamento in modo più rapido e più accentuato, mentre gli elementi ad alta inerzia generano un carico più attenuato e sfasato nel tempo come evidenziato nella tabella sottostante:
![](data:image/png;base64,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)
Dato che gli elementi hanno stessa conducibilità termica, possiamo notare come nel complesso l’energia totale richiesta dall’edificio sia all’incirca la stessa. Nonostante in questo esempio teorico, l’efficienza finale dell’involucro rimanga pressoché costante, in un caso reale non sarebbe così, in quanto il modo con cui i carichi di trasmissione degli opachi vanno ad interagire con la somma dei carichi interni ed esterni dell’edificio incide sul valore finale dei fabbisogni dell’edificio. Avere ad esempio il carico di trasmissione in controfase con i carichi di ventilazione o con altri carichi permette di sfruttare correttamente gli sfasamenti dei picchi di calore massimizzando un eventuale risparmio energetico.
Visto che il metodo dinamico calcola per ogni ora la temperatura di tutti nodi dei componenti dell’involucro, è possibile analizzare come varia la temperatura dei nodi stessi con il trascorrere del tempo e osservare come vengono influenzati i flussi di calore che attraversano gli elementi opachi. Nel dettaglio è stato considerato il primo caso, ossia quello a bassa inerzia e i risultati suddivisi in tre fasi di intervalli temporali:
- FASE1 - Equilibrio termico 0 – 24 h - in questa fase la temperatura esterna non subisce variazioni ed è pari a 20°C, i nodi e la temperatura interna posti in condizioni iniziali di 20°C tendono a permanere in condizioni di equilibrio e a non subire variazioni. Non si registrano flussi di calore e il fabbisogno è nullo.
- FASE2 - Variazione della temperatura esterna 25-48 h - in questa fase la temperatura esterna passa da 20°C a 0°C, la temperatura dei nodi esterni inizia a diminuire rapidamente e per conduzione termica il raffreddamento si propaga velocemente ai nodi più interni. Lo strato di isolante permette di avere una temperatura maggiore dei nodi più interni dato che la caratteristica intrinseca di questo materiale è proprio quella di ostacolare il flusso termico. Descrivendo l’effetto da un punto di vista energetico possiamo dire che la differenza di temperatura è generata dal calore che fluisce dai nodi superficiali interni ai nodi superficiali esterni generando un carico termico sempre più crescente con il passare del tempo.
![](data:image/png;base64,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)
- FASE3 – Ripristino della temperatura esterna 45-1000 h - in questa fase la temperatura esterna ritorna a 20°C, i nodi esterni risalgono di temperatura mentre i nodi centrali tendono a restare più freddi a causa della loro inerzia termica. Gli effetti capacitivi e conduttivi si mescolano generando due flussi di calore che tendono ad alzare la temperatura dei nodi centrali. Il primo flusso scorre dall’esterno verso i nodi centrali e il secondo flusso scorre dall’interno verso i nodi centrali, quest’ultimo è l’effetto che continua a produrre il raffreddamento dei nodi superficiali interni e a generare il carico di trasmissione. In altre parole, il riscaldamento dei nodi centrali tende a raffreddare i nodi più prossimi alla superficie interna, generando un picco di carico che per questo esempio è prossimo alla 65a ora, momento in cui la temperatura superficiale interna è più bassa. Con il passare del tempo tutti i nodi tendono a tornare alla temperatura di equilibrio e i fabbisogni a ridursi fino quasi ad annullarsi. Il carico con il tempo non si annulla a causa dei carichi di trasmissione dovuto all’elemento a contatto con il terreno.
![](data:image/png;base64,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)
![](data:image/png;base64,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)
Un’ulteriore analisi interessante si ottiene andando a confrontare la temperatura dei nodi nei casi a diversa inerzia ad alcune ore di simulazione.
Nella Fase 2 i nodi dei materiali con maggiore inerzia tendono a raffreddarsi più lentamente, all’ora 48, ossia al termine della prima variazione di temperatura esterna, tutti i nodi del caso con materiali ad alta inerzia hanno una temperatura maggiore e quindi il valore assoluto del carico di trasmissione sarà inferiore rispetto ai casi con inerzia più bassa.
![](data:image/png;base64,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)
Una volta riportata la temperatura esterna a 20°C (Fase3), è possibile notare come nelle ore iniziali la temperatura superficiale interna del caso a bassa inerzia sia la più bassa ma col passare del tempo questa tenda a salire più rapidamente superando prima la temperatura del caso a Inerzia intermedia e poi quella del caso ad Alta inerzia. Nell’ultimo grafico (ora 200) si può notare come l’andamento delle temperature superficiali sia invertito (rispetto ad esempio all’ora 80), confermando il comportamento visto nel grafico dei carichi, ossia che la maggior inerzia termica delle strutture genera un carico più attenuato ma persistente nel tempo.
![](data:image/png;base64,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)
![](data:image/png;base64,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)
![](data:image/png;base64,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)
![](data:image/png;base64,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)
![](data:image/png;base64,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)
Grazie al calcolo delle temperatura dei nodi, il metodo dinamico, permette di analizzare anche i diversi effetti prodotti da una differente posizione dei materiali all’interno della stratigrafia. Come già osservato in precedenza, la posizione dell’isolante incide sulla distribuzione della temperatura dell’elemento opaco e per notare questo, nell’analisi sucessiva sono stati confrontati tre casi aventi la seguente posizione dell’isolante:
- Isolante Esterno
- Isolante nella Mezzeria
- Isolante Interno
In queste simulazioni valgono tutte le ipotesi e le condizioni iniziali dell’analisi precedente e come materiali sono stati scelti quelli del caso con inerzia intermedia.
![](data:image/png;base64,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)
Sebbene la variazione del carico di trasmissione sia più contenuto rispetto all’analisi precedente, si può notare come il caso con isolante posto all’esterno tenda a ridurre il carico di picco e a produrre un maggiore sfasamento. L’isolante esterno tende infatti ad attenuare l’effetto della variazione di temperatura esterna e tende a massimizzare l’effetto di inerzia delle strutture.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAosAAAB3CAYAAABrJQpcAAAgAElEQVR4Ae2dbZYrtw1EvZcsJmvJUrKG5H8WknV4Lc6576X8yhC61dJI0w2qeI7MLxAEqggSM7ZHv/1h5V//+pf10gwCQSAIBIEgEASCQBD4dAR+cwCSLDoaaQeBIBAEgkAQCAJBIAgkWcwZCAJBIAgEgSAQBIJAENhE4Dd+m+ifTclMBIEgEASCQBAIAkEgCHwcAn/5zSLe//bbb/kEg5yBnIGcgZyBnIGcgZyBDz0DNRtuk8UqlH4QCAI/f5AKDvMQ4AfglPUQCK+zOA1fc/jquLq5RTuhOS7G0iDwPgQSG+/D9p2aw9s70T1Pd3g9D/tndg5fz6B2zpqOqySL53CRXQci0AXQQDc+zuTwtibl4XUWr+FrDl8dV0kW5/AXS09GoAugk03K9gcQCG8HQBooEl5nkRa+5vDVcZVkcQ5/sfRkBLoAOtmkbH8AgVfw9re//e3Hf+hP/cnln//855//w8Pvv//+cij+8Y9//Kn/nvJX8Hpvj8y/DoHw9Tos362p4yrJ4rtRj/5lEOgC6Duc8wcaG/i88qH++9///ucDjW5PiLT3d/j5rj2O8qaEEHmSFpX//Oc/f8FE4xNr+ITvZwvrHZtn9eyt++9///vjPO7JMHeU13t6fB6u0avPs77KB+pXlWobNrp++vBz1YJ9Z5cOQ7/vvsu+q9+rHVc37HVC3wVg9gkCV0bgjNjQb1ocF114/lD4/KNtkgd/ZOh/JaF4dP93yx/hDX89MaCthBxsVsHjq76w3nF6B3dKtO7pPsLrPR0+j2/oFO/M4SvxdoWCHZ7Y6B5we69g55YNr+Zra5+98Yrhnuwnz3VcJVn85BMR3x9CoAughxQ8KMwjUB8vqeARUwLDBahkB3kePYoeP8b2bGet1rDOH+t6ucom6fSE1X8z5/qqHej8zrLnu+zAdrdZ4+AsX6klU32SPLXj4IkVOEuXuEMeXeJT8+AKTuprX+3je9zTJbyrL77O9bHnVpGtPq/zIlvdZ9qskX6dl2pLp8/HuvaenZ383pjOtezrZPFDPvrerME/zeOb9FGrCAPWIquiddItvjSvmnF0eKEveW8j4xg7176f65PNssPX+J7Pth2zZ3V8dV2HoXQyh8+Om/OEHHh1+NS1Woc+yavmvFQ7GNM89d45lL3vrLGhlpuRTqguSj8IfCIC3x0b9UJxzJmTPWrrgkKOMS49FV2C6nvNnK/VxYVMtYE9GaPwuLCWUvXrEUKv7EROur/zMvT9fxjb/EN2Og4SY0x+MraHbZWVDrgQbow5jtpb8+prT2GmxKNiTZ81FK2VLmr3n3nplW1w5WeFtviTjGrWu6xscz7ZT/YgS9/nmXP91Sbp1J5btfu1JXN0vOJU1zHvfjsHstfnlXhtcSb/8d39kC7HS7Zgg9ZpjD7jFG9XjLENndVP5BiTvdIlfe6T9ny2dj+f1fHVdfhXMZROYQMmFHGxxaHHXV3L+soB/gtftwP9blNdJ/u+s+64SrL4nQxkr9EIdAH0Toe4NOrDrv10kdH3i0fztd7T5Zce67i49Ei4bm+7fj00ulR9zh8wjdf9NP6u+ihvwhR58FLZww4Zn6d9ZD/HwNejT3Zof2pwZLzD2nmpuliLPeKmznd7dXvIFtbrbDBG2/uM+R7dfD0Tdb/OJu3v9RGcXX6v7RjuyWnOfezsdZ+8rfWqKxaM+9mQHHW1ERscA9flbdexpdv9kXzdT+PP1m7rszq+ug6fsMM/jFE6f8HxSNx1a+vZd+w7efnWnSfNfVfdcZVk8bvQzz7jEegC6J1OcYFzWXXFLxtvuyyXk1+K9LtS5fzxd920Ox16DDvdumx9rl6iPveO9qO8yR/wp3QPacXMcUFeuKNLRWOqt/R3j4Uef9kmHap1TjpbkUFn5wvjWis7qX2Nj6Pfzwdt+SE5PzMd1+wnu70WVp3/0u01a19V3OYtnVucd/aKJ2q1O71gIW4032HGHDY6XtV/dCFD6fQyjg+S+SH4/39UXhnu/PI1j7arvY+uf4X8Hs/dnDAVhxV/5indWjDVPDKsFfZVHtmq+xX+Pquj4+om2jqhZzfMuiCwEgLfHRu6rLmoavEHpV48yDJfExjvuz7G64Ovedftbc1T6yLt7NRl6/J7+7ncq9rP8Ob4go1jdxRbfyzAwTF2DKp+8e7+C8c9rJGvuhjDfyUkdb7ba28P1uO/iuOkMd+jm5cvkq91Z1OVof8Mr50exuSzcKpye5x39koftber3g4LPxsuvxV/knFd3tY89ZZu50zy9/aT3NH6lXwd3bPK7fnUzQnHPQ7Zo1sLpvisj8eNy9N2bLrzVP14d9/t0V5JFoVE6iBwB4EugO4s+fI0lzsXlhddQlxgFL94JFcfaXSgqytbD0jVrQuT/Sj0pRP9fhnKZtmqfXURynaNv7O+xxu2yF7ZwRpsp1DLT/pHsXVe0O+47ekXRrKF2tdji2PtctVW5tgLnRS3SevQ7fpou7+So0a/y8pW6UeG/eQrsi4vHRVv30M6faxrs88rC3ZWnfiLL9UP7BdGnb2KFZ3zirH8R7/vKV1a5/513Pk8Oh137YEM9qO77if/ZK/Ws4b1zL+quJ+v0vmonj0MuznHdC/uurXIO55uq8t7G5nuHPra72h3XN1EWyf0HcZljyBwdQTOig1dHuyvj2NVLxvNSZYaHXrcNK+a8a1HoerWYybd/qhpjJp1KtV+XyOZd9bYc6/oEZUPjgftip3kqB1b5HxOvlbcWKM9qn7Jus3+aDFO3/dBH6XqYgw5dKpondZIRuPVV62jRr+vYwyutZa6cl/lWcOYr8Eflc5/zXnN+lcX/HO73PY6Lpw6e5V8iX/s9PUVI5/zNe4faxwnn6Ndz4ifRffDsZcPrJcfsgUsXlnQe3apZ1W+YleHb8WUvtZQC9durc6AywvTKl+5Ys2Zpdv/xqJO6Eyjs3cQuAoCiY2rMPGYHeHtMbz2pLtkcU/+mTklLffWhtd7CF1r/tP4qommksetHwauxFbHVZLFKzEUWy6NQBdAlzY4xv1AILy97iD4b97e8ej5b73uWR1e7yF0rflP4wt/+cFH5egPQZI/s+64SrJ4JiPZexQCXQCNcuBDjQ1vaxIfXmfx+ml8KTnEb33e8QPWO05Bx1WSxXcgHZ1LItAF0JKOLuZUeFuM0P+7E15n8Rq+5vDVcZVkcQ5/sfRkBLoAOtmkbH8AgfB2AKSBIuF1Fmnhaw5fHVdJFufwF0tPRqALoJNNyvYHEAhvB0AaKBJeZ5EWvubw1XGVZHEOf7H0ZAS6ADrZpGx/AIHwdgCkgSLhdRZp4WsOXx1XSRbn8BdLT0agC6CTTcr2BxAIbwdAGigSXmeRFr7m8NVxlWRxDn+x9GQEugA62aRsfwCB8HYApIEiE3nFZj76Y86Pwq6/1YcO/YHnR3WcJX8Vvs7CsP4hbufhLJvcBm93XCVZdITSDgI7CHQBtCOeqYsgEN4uQsSLzZjIKzbrz6eQPHQ+MFYTwSrLN35UmRfD+3J1na8v3+SAQiVmLqpvUNnCVH//U/P4AidekOEPcdci2b1kUWuuwmvHVZJFsZQ6CNxBoAugO0syfQEEwtsFSHiDCRN5xWYli0BCv/vDzTXpIBHx30ZeJal4hNar8LWVLCphrD5JnnlxUPlgjb4KsOOT+SSLFdn0g8CiCFzlslsU3re5Fd7eBu2piifyis2eLNakj99ckYhUufrVcXXdqUQc3PwqfCn5c7OFZ8UZGXHiCWJN/NDJWumRbtYyRtEaxsCCD20vdb3PfWe74yq/WfxOBrLXaAS6ABrt0IcYH97WJHoir9jsySLJAkmGCskCv5nypGUvudG6CfVV+NrD05M7YYrdcOLJonTot4gkgszX9fDJHIUaXUoQWVvPQ5JFoZ46CAxG4CqX3WAITzE9vJ0C+9s3nchrTQ6UdFCrDXCedHhboF4lqZA9R+qr8OU4y27HEzs9CWSO4skifV9Dm2RQup1P2hTm/QcDxuhrr6rzx6KT/tFxld8snkRGtp2HQBdA87z4PIvD25qcT+QVm5U8iBX9FpFkQomJfuuEjBIRyWtMv6Hy8Su3r8KXEjrHyhM/TwrFDbI+Tt+TeOdVa5xP5LeSRcZV3A6NnVF3XCVZPIOJ7DkSgS6ARjryYUaHtzUJn8grNtdkkaRDiYgngMgqaaxrrpJUPHKyrsLXvWRRmJPEuc3iSD5LD/IkiCqSo3Y+kywKodRBYHEE/OJY3NWl3AtvS9H5pzMTecXmmvgpOSHhoK1CssGYJyKaS7IoJB6vleT5yoonmMOVJ3tKAn2d+GFOZYvPJItCKHUQWByBiY/T4pQcci+8HYJpnNBEXrG5JosAr6TDSdBvtjxh0XxNbjR+5foqfB1JFoW9c9Uli3CDX57kwwFjNclPsnjl0xnbgsALEbjKZfdClz5CVXhbk+aJvGKzJyDPMpNk8Vnk/viB/1XPzlV47fDJf7P4/JnLyg9DoAugD4NgpLvhbSRtd42eyCs28/F/bXnXURPQb8XQ0f3G0UQv17wKX1fE8Go2dVwlWbxcSMWgqyLQBdBVbY1dvxAIb7+wWKkVXmexGb7m8NVx1SaLCOYTDHIGcgZyBnIGcgZyBnIGPu8M1NS2TRarUPpBIAj8/I+Wg8M8BHjoUtZDILzO4jR8zeGr4+rmFu2E5rgYS4PA+xBIbLwP23dqDm/vRPc83eH1POyf2Tl8PYPaOWs6rpIsnsNFdh2IQBdAA934OJPD25qUh9dZvIavOXx1XCVZnMNfLD0ZgS6ATjYp2x9AILwdAGmgSHidRVr4msNXx1WSxTn8xdKTEegC6GSTsv0BBMLbAZAGioTXWaSFrzl8dVyNSBb9bxDhRP3MoeDW0u6vwt9KnTvC3/Pij4V+eukCaCIm+iorxVH1Qd9KoPlpf8+t+rMKb9WvT++H11knIHzN4avjakSy6BDrexd9bHI7yeIc9roAmmP9T0tJ/Dz5I3H0PxDMXP2aqmk+VntX4K36lH7+OsG0M5A4nMNYx9UyyWL97aM/iPxWTN/1CAgCgkdSff9uR8aUlGreaa666lrN69GttjFPwS7pp8YeyVKreELJXujFP61BTntKn6+XHtWsl5z/xlB7aw6djhHjLi85auRUsI2+/ENPHWONcNA61+f8af7sGvtWK+BcOd07OxP9X5G3iTy82ubw+mpE36svfL0X31dq77i6ef06oVca8VVdSuKqHuz25IO+kjglLXoE1VdCQq3EDr2sdRyQ14Oq/aVLfdnDOtclfZrHRtftiSAyStiknzGX0X6enDEm+yTvfe1NzbivpS8cvO1rakLBnBJWydEX/sjjo/rI1LGKA+vls3xUX3ucXTtvZ9vyqv2dJ+EOF4zr86q9ztKzIm9nYXmlfcPrldi4b0v4uo/RVSQ6rpZIFkk8eOC8eIJVk6Ca/ChB03qA4uFU0SNK3/Vq3hOlulYyqrWXEqGqr87XPd0W6ax1hwcynW6XBSc+tVS8OhtcxtvS1Y2BlXCQnOp7OEruO2tsWqHAMb7wgRcV8eqcbJ0JrZlQr8LbBKy/08bw+p1of32v8PV1DL9LQ8fVzevXCX2XgUf20YPmsvotFbb7R79B48HzR7EmLjWJQgf7qGiePjp9D7WxgVLXMtbZpwf5Vclitasmz9ghP2SzapdVIuFjFS9xoPWqWUup8ltjrBPOnU7N/VB6gX9g72pF5wa/xIH76D9M+Pik9oq8dfgrDqnhdfWyGq/1fvY3awUuw9ccFjuubl6/TuhKLj7zoH01WfQ9a3JXsQE/T3K0VsmhLgT1O33o0Dz6XUb6fF8uFU/uth74urfrqG0w04NTk7/OBl9f5ZnrxoSV7HLcNOd6z25j02pF2FN7W35unSXNT6hX5G0C7u+2Mby+G+HX6g9fr8Xzndo6rm5ev07onUY9qnsrUcFuHrauPJMsevLliZP252HtCnZ40iN5yZI0IaP1XRLF3oxTtF6Jm/rSR111YK/b77Lui4/XtieoXcLgNta11R7muzFhVZMU9tNc1X1mH5umF/j38wkv7he86qzh6x7PU7Bw/6bYHDvvIxBe72N0JYnwdSU29m3puLp5/TqhfbXfO9slS1ighAP79VHyyAPJo6hSExetVQLHej2itGvipWRG+1D7Wn+M2ZPHV7JqS157My8b5SNjeqz1gGtOvqhGzveoNkuO2mVZI91ar319jeYky5zGVMv+ii+y3RjrhBXz0qNkV3Nux5lt7JtedH6EdfXJzyNzzvdU36uPU/2I3X9FILz+FY+r98LX1Rn6ZV/H1c3r1wn9UvEZLTC4WqLyGchf28vExrX52bIuvG0hM3s8vM7iL3zN4avjKsliwx9AJVlsgPnwoS6APhySEe6HtxE0PWxkeH0YslMXhK9T4X9o846rJIsNhACVZLEB5sOHugD6cEhGuB/eRtD0sJHh9WHITl0Qvk6F/6HNO66SLD4EYYQ/GYEugD4Zjym+h7cpTD1mZ3h9DK+zpcPX2Qwc37/jqk0WEcwnGOQM5AzkDOQM5AzkDOQMfN4ZqKllmyxWofSDQBD4+X9/B4d5CPDQpayHQHidxWn4msNXx9XNLdoJzXExlgaB9yGQ2Hgftu/UHN7eie55usPredg/s3P4ega1c9Z0XCVZPIeL7DoQgS6ABrrxcSaHtzUpD6+zeA1fc/jquEqyOIe/WHoyAl0AnWxStj+AQHg7ANJAkfA6i7TwNYevjqskiw/wB4D5kzoPALaYaBdAi7m4pDvhbUlaf/xPmGt6tqZXicM5vHZcfUyyiPNfTfReoYPjwleoPfs1aviAHfWzdwy1Zk8mc/cRAPMVCmfPz4++FrP7Gkvk9r46cgIeq/DmWHdc1TtFX6FJvWKZzKtiULEnfjwu+drTWnx+mv9T7BU3FesaX/pq1Hv3Y9VTOb1iv+Pq5vXrhK7ozKM24ddKyeIj/idZfAStbdkVYoPEwS83nQ19V3n1vn6vep2f0F+Bt4ozSYbzWOfxGa5X4K/6pv5UXok5uOPjySJ9T0hqH39dXjhMqafyBb7YXvMHYosPPG0V5vyHNfhlzdVLx9VHJov6iQBA+HgAQqTGqf0Rpe8HhoMgWQ9y2nqUNa91Vb/WVZv8gPnBQg86t0q1Cd9kg2qtdVv8wLOHDjlrsFH2ub566LFZe1A7rtpzco1P0wscOW/i1c+5fNRZ6+YkM6FegbeKM7HlMVvn1YfrrbtEMlPrqbzCm+5Y3ZGKNedCdy1jcKi3wmUmtafyBfY11uCG2LoXh6wTx+LR79+r8tdxdfP6dUJXdegRu/CLgKRsXaCMO5EcEsej6pA+PbjqE9QuWw8b8zXwkfdD5evdz+5S0Tz7uP0a79awv8u6TZJ3G+Wjr3GbK1bSQb1Kwd8VCn6IW9pw1xW4llw3P2VsFd4cb+4K/PKPz6sNh1v8SmZqPZFXv2c9keiSDt2h3L3wiLzzPY3XiXwRG9jtb7PeQuqON48nxSlcqs26q5eOq5vXrxO6umNH7MMvJS4EHh8vfgB83Nd522Voe+D7hcCcdGtNne8OXJXRWl0g2KKPLg1qxmrRGh+vvriMt7VGPvhBx0bt7f5rzWoPVYetfJ1W6+GpcSA/dAacb81Nq1fibQt7eITTWlaLQfdvGq+KKfngd2b3BvidC4/ctyrSRT2lTOMLXHnfalx5THW8VT7EFf4jP6F0XN1kFp3QBOfu2YhfHlgQzpgOggKz6vGAdh2SZ0wfHYSa6EmWmlLnWScdXvvlILt08NSvtRJG9Gi/bo3v4230dfLVB+TcD3ByfOt8tXNiH5ymF501nQ2dF/XlH9wSIyuUFXi7x4NitvLoD9s9HdPmp/HqbwlYe5+4pO/FOe149PW+7qrtaXyBIxjrFyL0K0+1X7GHN79H0ef9Kn+VfsfVzevXCV3Fga/YgV81mUEfxPEwdskQ876utjkoKh64nkQxX3XX+XsHTntQ6wLxsa7tPxF1a9yXur6Trz6wxv1w/6UPbD3QND61BrPp5QhP4rqLl4n+r8DbPdy7mGXNajHoOEziVTGFzfUDRx1//i74XSsMuljW3BXrSXyBH/hXm+Gh8qd+vS87TnUOqK9cqt/YevP6dUJXduqobfhVyWStByFBy0fFEy7GXIe3dSiUPLpO1tUDgl7fR7q1Xvt3tfbq5nzML5q6P3LYWG3Q+m6PLR3ooeCTnx3puHpQyOcjtft3RP6KMvWMi1c/e3tn44o+3bNpBd6qjyQKXugrFn0cvlf6gc19m85rTfbwx7liXn3ik3ndp+o7HldvT+PL8d/C1t9ZZHSf8v6p7XdrfSe39J493nH1kckiQOjDgfBCf2uOcQ4BRcHKGGu4lHUouLT94tahUaCrz1pdBj6m/aXP7VMSJhnVrMcG9am1H+s15/5qTGvoU7SH7yv7XGf1k7501f1d19Q2Pq1QnCPaOoP4Jp67szfV91V4c/z16IhLv2+Q07jXzrPrmtqezit3sceZYk+cVU6n36+T+IIX7PX3rosT5PxN1dupddIjTo/o7Pb57rGOq5vXrxP6bkOzXxC4IgKJjSuyct+m8HYfo4kS4XUWa5/AFwl9TfJnsfTT2o6rJIsTmYzNpyDQBdAphmTThxAIbw/BNUY4vI6h6oehq/Ol3wzPYqW3tuMqyWKPVUaDwA0CXQDdCGXgcgiEt8tR8hKDwutLYPw2JeHr26D+8kYdV0kWvwxrFHwKAl0AfYrvk/0Mb5PZ27Y9vG5jc8WZ8HVFVnqbOq7aZBHBfIJBzkDOQM5AzkDOQM5AzsDnnYGaRrbJYhVKPwgEgZ//h2lwmIcAD13KegiE11mchq85fHVc3dyindAcF2NpEHgfAomN92H7Ts3h7Z3onqc7vJ6H/TM7h69nUDtnTcdVksVzuMiuAxHoAmigGx9ncnhbk/LwOovX8DWHr46rJItz+IulJyPQBdDJJmX7AwiEtwMgDRQJr7NIC19z+Oq4SrK4wZ/+EvvGdIY/EIEugD4QhnEuh7dxlB0yOLwegukyQuHrMlTcNaTjaslksX4Fz11kGoFXJov1a52a7TaH9LVe+iq+KqivE9qar/Lv7nPIVvtaMWHWBZDmJtX1a8M4Qyo6b/jKhziYXlbhbYsHfW1n5WqP5y1dk8Yn8ypuPPaEvf64s3+NHHP0FZcTfZ9is7hxrGkz7mWLJ5dRHiFdU97Gjqski86stUWyDT3d/GqyuPUYYBC6ma8Xy9PGZuEmAl0AbQpfdILLys+KzjkXHx+fU+J4UVcOm7UCb1vOkmx09wMPG+Mrl6m8EnPEGZ8uWYS3eqdrTHxO5HcqX2CO7fDmRZz4nenztJnjXqXorq166por9DuuPiJZJCBxXh+RBykao3bSRayIY43LepAr6H1e63yMttZVm7YOEA82h5LLof5kwxrt3dmuvbWnfNI4NX5VWxhXqXNuJ3Ka1/6yR+uxXfvRnlwcl6l+6DzJfp1rj4kjc5KZUK/A2xbO+CYOFZvqb61ZZXwqr9yRfnc7H9yn3JPUulOZx1fxS18cd3Hr+q7UnspX/QEbTLd4uod3fR/vyZ8133H1Kyv4v1Wd0FkGP7vvvUCTXnzlIKgQpEpoCEzHwtvo9z4HwPvo8MSuHhDpVqCrLzu81uPeybAP8+6vLhHkKeprL+nuAoA5/4lVe2qt+tKBz36hMe6+ogvbVJD3vsan1M7xFJs7O/FD55O2x4DLV759blJ7Fd4q5op/xvFRMa/7gDF9apxWXRP7E3kl7hR7fleCv9/V4lC8IKt1GnPONXbleiJf4Ind/m7t8XQP/ymcdVx9TLJYH8QajJDsj6O36wHww8JcDXp0K+ns5v3CkO6qQ+PYLV3+OMgG5NwXl5cOX8eY1upxkZx8Zp5yz87u4G/5gb5qh/adUncBNMX2aic84Y/OVp2nj0yNm07u6mMr8SasPeYZ81hkrvoMlzXZkK6pdfXx6n7ofpWd9a70+7Hyqzsbn/1T73DpvmI9jS8w5P6DJy97PLlcbRN/e/dtlT+z33H1EckioCvAdGESjJU4BSR1DWxdwNJDraSqBn0N9DqPDa5HbdbV4smf60WH+6IDjbz0ee2PPn5rre+HDpe7Zyf662VVfXUbaLt+33tCG/unF51jnV2dF/XlH9zX+NDctHoF3irm+OSx532/J7QOnlfhUz5N47Xejd6vnNW+fFZNvOJ/jVvNX7GexhcY1jex8lL7W7gjN8n/ztab168T2gLgquN7BOIf852MJ4hdW4FZA9WDHkyq7jrPQ9wlax2e9ZKX/dR6LHy/Kl91IttxzDrs9HLPTrdB69xX2uhV4bHyvsan1B1uU2yXnc6Pxiov8F7PgmQn1ivw5rjrbsKv+oE7zfuae/eCy05pT+JVb0bliz7xB2/dHGO6552X7r72+Su28WVS6d7KR3nCX+lR/jABg46rG/Y6oQnOuY2ePPk4bX8s8dWTFwUtcn7heps51rBW5LtO5uv+9TGWPq1nzVapl7wOKzpVfD9dSt0Fgzx2I+9la809O9FV93EsvK09HG+3YUIbf6cXzo2fHfGiM1Hnp/uL/Svwdo+HGov0Pdboi+N7uqbMT+fV78eKud/pdU738jQ+p/EFPx5DlQf6lSfdp3oXWT/Nb/zqbL55/TqhDqQrjzmBCiz84kOypSJiuzmtk6ySNOmgZj2lBr3vzzx97aFD5GOakz7tSc1h23vcpR8bVGS79FIz1u3JmA50lZduH6ctO6VX+1I7FtUOMLwXfK7ram38XaFUPsVJ5UtyHjMT/V+Ftz3s8RH+VCqX4ljzK9TTefW7svLBvex3Om+A4pGa+WllEl96K/XWbWFdeVLcaZ1zprbzuqX37PGOq5vXrxM62/DsHwSugEBi4wosPG5DeHscswkrwusEln7Z+Al88YP19B+uYazjKsnir7OcVhDYRaALoN0FmbwEAuHtEjS83Ijw+nJI36pwdb74beIqPn1dZ3AAAAanSURBVHZ+JFl8a3hE+UoIdAG0kn+r+hLe1mQ2vM7iNXzN4avjqk0WEcwnGOQM5AzkDOQM5AzkDOQMfN4ZqKltmyxWofSDQBDo/zuO4HJ9BHjoUtZDILzO4jR8zeGr4+rmFu2E5rgYS4PA+xBIbLwP23dqDm/vRPc83eH1POyf2Tl8PYPaOWs6rpIsnsNFdh2IQBdAA934OJPD25qUh9dZvIavOXx1XCVZnMNfLD0ZgS6ATjYp2x9AILwdAGmgSHidRVr4msNXx1WSxQf40x/cfGBJRBdCoAughdxb1pXwtia14XUWr+FrDl8dVx+TLL4i0XuFDh2Xvb/eL5mtmm9j8G912ZLTOMRje8rXEOgC6Gsaz1nNH43FF3382yA4Wxqn9rlzrP36rvixctG3eyjGK4fi85E7YwJek3lVDHbxpb/XV7/pQ2vEp74lZAJX2DiFr4qz8GbcyxZPnYx0TInBjqubW7QTcuentl+R6L1Ch/BLsigk5tQrxAaJhD9COtNcfHx8TknHHIZ6S1fgrffs51eJ1mSxk/3KfdPpu8LYVF6JOfjY4gQ++ezF4sTYnMoXZx3b4c1Lx5PPax1cqcCp9zV+tbrj6mOTRX6iAxB9/Kc0jVF7wOphFbH6yULy/lOiLgLNUav4GG2tqzbVw6n1HDYOqsrWXtU+9pJOXTaypfovW+T/1h6yQdhIX/0pTHKTa3ybXurZ0Rlx/uXj3pxkJtQr8LaFM76JJ8V2lVUs1/Hp/am8cpfCle5U5wGuuNupdfcy38niP3JTylS+uDOdC/De4sm50JvoY5VXn7tSu+Pq5vXrhK7kxLO2VOLws7tcGedwqOinB/qdDslxCBw7Dpf30eMJVA1+6dajrb70e10f/Ht7VV+rrfUAI1+DY28P2Uqtgg7HUeOTa+dzuh86i3s8IeM/lEz1eRXeKv5woxjDR48/lyV2Jefj09sTeSWmFHvwwt2roqSfuruTK7/TeJ3IF9xg91GexCW1+PS1eitd7ortjquPThbrBVoDFBKdXG9XgnUwqCn1IkC3P7x13i8R6a4yGsfuPV11L4j3i8YfGel0GW9rvtrie3S2VxulZ3LdBdBUf+ATf/wc4Qu8Ms4HmRXKSryJD3hyfvDRY9zlVvQf/6b5Vd+Peqf6vXyEX5cX31eup/EFlrxjHmeMOe6Vp4q/36f4r0+Vu1q/4+pjk0XIEXH6SQ9i6+PpSWAN9u4g7CWLfujqRYENssdr9qilJmJVF2t8L/T5Q4KPvofakqny7L+3B7Zjk5dqg89NbYPL9KIzq3MKb/ilvvun896dQZe7ensF3irGNUZrX/LEuu43ja1ST+O13qHer/dl7Xf8sr7eu1fmdhpfYFkxrrzU/j38H5W/p+9d8x1XN69fJ/Qug75Trx6+bk98hsSOSF/XtfXIUqNHfb8I2LPqrvNc6Ecv9Vcki3uXDH7gq5dqr/vT2V5tdF1T2yvERuURLvwn5crN3lyVvWp/Bd4cW91D+FU/fodITneS61ihPYlXvQ+VL/pK6Ls5xuCxi1vNTeESeycV3rhqM/HFWPepb2bnq7ju5q40Vv3Gthv2OqErOfGsLbo4u/UeiPjviZST6zq8jU7WsFYXs+tk3pMr+vURlj6t7+zUWE3E7u3Vze/xzBz2eOl0MEaR7b4GHfi8UtnDbIqfnDs+KnrE4IqPJxs+J/mJ9Qq83cO9i1m/u+6tnzg/ndd6pzoH9b0gLnXfIscb4H1fe9X2NL7A13OBDtfKk+5Mfwu1ruYIGr9i3XH1kcmikhsA4dM9kN2c1olc/ylDbSV79SKoh4q+9tDB8jHNSZ/2pH40WdQhRaf0+Zj20h70ZZPGHvGH9fiyWsGvFYr4Vs1ZUIFnjVOvwCN+rF7w0WNWd5WPrYbBdF7rner8EHfMeyH5x2d9fG5CexJfeov1Xm7hW3lS3GmduFKt8S19VxnvuLq5RTuhqzgQO4LAmQgkNs5E//m9w9vz2F15ZXi9Mju3tn0CX/zSyH/5dIvCjJGOqySLM7iLlRdAoAugC5gVE+4gEN7uADR0OrzOIm51vvit4So+dn4kWZwVb7H2RAS6ADrRnGx9EIHwdhCoYWLhdRZh4WsOXx1XbbKIYD7BIGcgZyBnIGcgZyBnIGfg885ATW1vksUqkH4QCAJBIAgEgSAQBILA5yDw73//+w//JFn8HO7jaRAIAkEgCASBIBAE7iJAouglyaKjkXYQCAJBIAgEgSAQBD4cgSSLH34A4n4QCAJBIAgEgSAQBPYQqMni/wCzlyCysWlWbAAAAABJRU5ErkJggg==)
L’isolante interno espone maggiormente la struttura alla sollecitazione di temperatura esterna e questo si nota dal fatto che la temperatura dei nodi è mediamente più bassa. Sebbene questo non influisca in modo particolare sul carico di picco e sullo sfasamento (dato che le differenze con il caso con isolante nella mezzeria sono molto limitate), le temperature inferiori possono invece incidere sulla presenza di condensa interstiziale nei vari strati che compongono il materiale. Come noto, infatti, le condizioni più critiche si ottengono nei punti a più bassa temperatura dove la pressione di vapore tende a essere più elevata e prossima a quella di saturazione.
![](data:image/png;base64,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)
![](data:image/png;base64,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)
![](data:image/png;base64,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)
![](data:image/png;base64,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)
![](data:image/png;base64,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)
![](data:image/png;base64,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)